Showing posts with label geometric series. Show all posts
Showing posts with label geometric series. Show all posts

Thursday, May 28, 2009

Geometric sequences and series

All new questions up to 46 are for homework.
Diverging is when a sequence gets further and further from the starting test. Converging is when a sequence gets closer to a point with every step further it takes.
And just because Max absolutely loved the flubber ANALogy.
haha analogy thats right up there with Uranus

A regular ball bouncing until it comes to rest is an example of a converging sequence.

A flubber ball however would bounce more and more with every step is an example of a diverging sequence.

Here are the slides